1 | Straight line depreciation = (Cost of asset - salvage value )/ Life of the asset | ||
Depreciation expense = (33000-2000) /9 | 3444 | ||
Depreciation expense | |||
2017 | 3444*12/12 | 3,444 | |
2018 | 3444*12/12 | 3,444 | |
2 | Double declining method | ||
Depreciation rate = [(cost of asset / life of asset ) / cost of asset ] *2 | |||
Depreciation rate = [33000/9)/33000] *2 | |||
Depreciation rate = | 22% | ||
Depreciation = written down value * depreciation rate | |||
Depreciation expense | |||
2017 | Depreciation = 33000 * 22% | 7333 | |
2018 | Depreciation = (33000-7333) *22% = | 5704 | |
3 | Units of production method | ||
Depreciation per item = (Cost of asset - salvage value )/ total miles | |||
Depreciation per item = (33000-2000 )/100000 | |||
Depreciation per item | 0.31 | ||
Depreciation expense | |||
2017 | .31*13800 | 4278 | |
2018 | .31*10200 | 3162 | |
Journal entry | |||
Depreciation expense | 3,444 | ||
Accumulated depreciation truck | 3,444 | ||
Partial balance sheet | |||
Truck | 33000 | ||
Less | Accumulated depreciation | 3,444 | |
29,556 | |||
Exercise 10-7 useful life of 9 years. Actual miles driven were 13,800 in 2017 and 10,200...
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Pronghorn Company purchased a delivery truck for $26,000 on January 1, 2020. The truck has an expected salvage value of $1,280, and is expected to be driven 103,000 miles over its estimated useful life of 10 years. Actual miles driven were 12,700 in 2020 and 10,200 in 2021. a. Calculate depreciation expense per mile under units-of-activity method. (Round answer to 2 decimal places, e.g. 0.50.) Depreciation expense $ per mile b. Compute depreciation expense for 2020 and 2021 using (1)...